双稳态器件的系统参数分析

Hossein Sarafraz, M. Sayeh
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引用次数: 0

摘要

本文对滞回双稳器件的参数进行了研究。从设计的角度来看,重要的是要知道这种双稳定性发生的区域,并且相对于子系统参数是完全有效的。具体来说,考虑了一个已知的光子施密特触发器结构,该结构由两个逆变放大器组成,每个放大器的特征参数为-m(斜率),a (y截距)和B(常数基)。除了对系统进行完整的数学分析外,本文还描述了如何合理选择m、a和B以满足一定的系统条件。对于B = 0的特殊情况,发现并证明了双稳器件的绝对条件必须是(m1 1)(假设m > 0)。此外,正如本文最后一节所讨论的那样,系统条件对这些绝对条件增加了更多的限制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
System parameter analysis on devices with Bi-stable characteristics
In this paper an investigation has been done on the parameters of a hysteretic bi-stable device. From a design point of view it is important to know the regions where this bi-stability occurs and is fully functional with respect to its subsystem parameters. Specifically a known structure of photonic Schmitt trigger that consist of two inverting amplifiers, each characterized by -m (slope), A (y-intercept) and B (constant base) parameters is considered. In addition to a complete mathematical analysis of the system, this paper also describes how m, A and B can be properly chosen in order to satisfy certain system conditions. For a special case of B = 0, it is found and shown that we must have (m1 <; 1 & m2 > 1) as absolute conditions for the bi-stable device (m > 0 is assumed). Also system conditions add more restrictions to these absolute conditions as discussed in the last section of this paper.
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